Optimality Gaps Do Not Significantly Influence Parcel Prioritization
1 Background
Funding and other resources for conservation are limited. Both the benefits and costs of restoration and conservation actions must be weighed to ensure efficiency and pragmatism in addressing environmental issues. In designing reserves and planning restoration, individual land parcels must be assessed and prioritized for such conservation measures. Problem: Here, we use a quantitative prioritization model to identify parcels for conservation in Morro Bay, California under a variety selection criteria.
2 Approach
In this lab, we utilized the prioritizr package in R to perform systematic conservation planning, targeting the Morro Bay watershed. Site selection problem is formulated using Marxan to identify the planning units that meet the targets for species representation while minimizing the cost of the planning units used. Boundary Length Modifier (BLM) is set to 0 to remove any penalty towards fragmentation. This allows the algorithm to focus solely on achieving the conservation targets with the least cost. A higher BLM helps in creating more compact and contiguous conservation areas, which is often desirable for ecological coherence but beyond the scope of this study. To solve this problem, we employed the Gurobi solver. The target values for each species were designed to ensure that 30% of the planning units where each species occurs were included in the reserve network. We ran multiple iterations to generate a portfolio of solutions within 15% and 30% of the optimal solution in comparison. The relative gap specifies a threshold worst-case performance for solutions in the portfolio. We expected to see a difference in solutions based on pool_gap specification. The final outputs, including both the summed solution from two portfolio analysis, were exported and visualized in ArcGIS.
3 Results
The site selection results are consistent across both optimality gaps (see Figure 1 and Figure 2), indicating that the priority areas identified for conservation remain stable regardless of the gap used in the analysis.
4 Conclusions
The typical objective of Marxan problems is to identify the planning units that meet the targets for species representation while minimizing the cost of the planning units used. Other objectives such as maximizing the phylogenetic diversity of the features represented in the solution subject to a budget could be useful in the context of conservation planning in Morro Bay. The majority of the area within the Morro Bay watershed has either a locked-in or lockedout status for conservation planning. Locked-in planning units are automatically included in the conservation solution, resulting in the maximum summed solution value, while locked-out units are excluded from consideration. This status significantly influences the overall conservation plan, as it pre-determines the inclusion or exclusion of large portions of the watershed, thereby limiting the flexibility of the site selection process.
Citation
@online{mitchell2024,
author = {Mitchell, Steven and Zhou, Zoe},
title = {Optimality {Gaps} {Do} {Not} {Significantly} {Influence}
{Parcel} {Prioritization}},
date = {2024-09-23},
url = {https://steven-mitchell.github.io/work-samples/morro-bay-prioritizr/},
langid = {en}
}